[PEIRCE-L] Re: Time and ITR (Irreducible Triadic Relation)

2015-07-28 Thread Sungchul Ji
Hi Ed,

What I am claiming is that there may be three types of times --

'real',
'physical', and
'formal'

that are mutually connected through ITR (irreducible triadic relation).

As an example of 'formal time', also called 'reversible time', I cited the
time appearing in Newton's second law of motion, F = md^2s/dt^2, which is
invariant with respect to time reversal, i.e., F does not change when t is
replaced by -t.  You objected that I used the wrongly interpreted version
of the Newton's second law, and, if I used your version of the law, my
argument would not hold, since then F would not be time-reversal
invariant.  I accept that, but this would not affect my argument, since I
am sure there are other physical laws, if not Newton's second law, that
would exhibit the time-reversal invariance, thus supporting the concept of
'formal time' in contrast to 'physical time' which is always irreversible.

Your version of Newton's second law may contain absolute and formal times,
but not physical time, while Peircean triadic metaphysics (as I understand
it) would predict absolute (or 'real' as I call it), physical, and formal
times.


All the best.

Sung




On Tue, Jul 28, 2015 at 4:42 PM, Ed Dellian ed.dell...@t-online.de wrote:

  Dear Sung,

 my impression is that you're conflating Newton's irreversible geometric
 law of motion impressed force is proportional to change in motion with
 Leonhard Euler's reversible formula, the  analytical arithmetic-algebraic
 force equals mass-acceleration law (for the first discovery of this law
 in Berlin on Sept. 3, 1750 see  L. Euler, Découverte d'un nouveau principe
 de Mécanique, Mem. Acad. Roy. Sci. Berlin, vol. 6 , 1750 (1752), pp.
 185-217).  In order to avoid such a conflation, please note (1) that to be
 proportional is not the same as to be equal, (2) that a finite change
 in motion is not the same as a continuous acceleration.  Wouldn't you
 admit, then, that an irreversible second law of Newton should make some
 difference for your line of resoning? As I said it before: It makes no
 sense to proceed with your studies on the presupposition of
 misinterpretations. And, a misinterpretation remains a misinterpretation,
 no matter for how many years or centuries how many scientists, including
 big shots and Nobel prize winners, have believed in it.

 Let me, by the way, declare here that I do not interprete Newton, nor do
 I propose my personal theory of motion, rather I do what many other
 scientists most regrettably have refused and still are refusing to do,
 namely, *read Newton's laws and take the author at his words* (maybe
 because they do not read Latin). Moreover, it is not my point here to say
 that Newton's authentic laws *are true* with respect to nature, rather I
 ask you to admit: Whether or not these laws are true *can only be decided
 on the basis of what Newton has actually written. *Finally, I think that
 Newton, as a colleague, simply deserves that you quote him correctly.

 Best wishes,
 Ed.

 Am 28.07.2015 um 21:49 schrieb Sungchul Ji:

 Hi,

  I am wondering if time is irreducibly triadic in the following three
 senses:


  (*1*) As a Peircean sign, i.e., time as a name or a representamen
 referring to  a process and interpreted by a mind as such:


   fg
   Process   ---  Time as a name   ---  Time as theorized
   (object) (representamen)   (interpretant)
 |
   ^
 |
|
 ||
 h

  Figure 1.  Time as an irreducible triadic sign.  As always, the arrows
 can be read as determines or constrains in a broadest sense.  f =
 encoding; g = decoding; h = grounding, correspondence or information flow


  (*2*) As a mechanism or a process:


f   g
 Past ---  Present --- Future
|   ^
|   |
|__|
 h

  Figure 2.  Time as an irreducible triadic process.   f = natural
 law-governed; g = natural law- and human intention-governed; h =
 information flow



  (*3*)  Figure 1 seems to reflect the formal aspect of time (or 'formal
 time'), while Figure 2 reflects the material/physical aspect of time (or
 'physical time').  These two types of times together may constitute the
 'real time', suggesting the following triadic diagram:




   f  g
 Real Time  ---  Physical Time --- Formal Time
|
^
|
 |
||
h


  Figure 3.  The postulate that there are three irreducible aspects to
 time.  f = natural process; g = mental process; h = information flow, or

[PEIRCE-L] Time and ITR (Irreducible Triadic Relation)

2015-07-28 Thread Sungchul Ji
Hi,

I am wondering if time is irreducibly triadic in the following three
senses:


(*1*) As a Peircean sign, i.e., time as a name or a representamen
referring to  a process and interpreted by a mind as such:


 fg
  Process   ---  Time as a name   ---  Time as theorized
  (object) (representamen)   (interpretant)
|
^
|
 |
||
h

Figure 1.  Time as an irreducible triadic sign.  As always, the arrows can
be read as determines or constrains in a broadest sense.  f = encoding;
g = decoding; h = grounding, correspondence or information flow


(*2*) As a mechanism or a process:


  f   g
Past ---  Present --- Future
   |   ^
   |   |
   |__|
h

Figure 2.  Time as an irreducible triadic process.   f = natural
law-governed; g = natural law- and human intention-governed; h =
information flow



(*3*)  Figure 1 seems to reflect the formal aspect of time (or 'formal
time'), while Figure 2 reflects the material/physical aspect of time (or
'physical time').  These two types of times together may constitute the
'real time', suggesting the following triadic diagram:




 f  g
Real Time  ---  Physical Time --- Formal Time
   |
   ^
   |
|
   ||
   h


Figure 3.  The postulate that there are three irreducible aspects to time.
 f = natural process; g = mental process; h = information flow, or
correspondence


It seems to me that 'physical time' is irreversible (as in irreversible
thermodynamics) while 'formal time' can be reversed (as in Newtons' second
law of motion).  Thus it may be convenient to refer to the former as
'irreversible time' and  the latter as 'reversible time'.  My impression is
that some physicists, including Einstein,  may have conflated these two
types of times.


If you have any questions, comments, or corrections, please let me know.


All the best.

Sung




-- 
Sungchul Ji, Ph.D.

Associate Professor of Pharmacology and Toxicology
Department of Pharmacology and Toxicology
Ernest Mario School of Pharmacy
Rutgers University
Piscataway, N.J. 08855
732-445-4701

www.conformon.net

-
PEIRCE-L subscribers: Click on Reply List or Reply All to REPLY ON PEIRCE-L 
to this message. PEIRCE-L posts should go to peirce-L@list.iupui.edu . To 
UNSUBSCRIBE, send a message not to PEIRCE-L but to l...@list.iupui.edu with the 
line UNSubscribe PEIRCE-L in the BODY of the message. More at 
http://www.cspeirce.com/peirce-l/peirce-l.htm .